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Free tool

USCF Rating Lookup: Search Any US Chess Player's Rating History

See a history chart, an active-member percentile, and the points to the next class — the details the official page buries. Demo IDs 90000001–90000016 work without an API key.

Sample player for review. Not a real US Chess record.

Sample player

Elena Vasquez

ID 90000001 · TX · Austin · 86 games · established

1684

Class
Class B
Percentile
86.4th percentile
Next class
116 to Class A
17241622152014182025-01-15: 1458, Austin Weekend Swiss2025-02-15: 1480, Austin Class Swiss2025-03-15: 1465, Texas sample scholastic2025-04-15: 1506, Austin Weekend Swiss2025-05-15: 1524, Austin Class Swiss2025-06-15: 1554, Texas sample scholastic2025-07-15: 1566, Austin Weekend Swiss2025-08-15: 1558, Austin Class Swiss2025-09-15: 1584, Texas sample scholastic2025-10-15: 1624, Austin Weekend Swiss2025-11-15: 1644, Austin Class Swiss2025-12-15: 1684, Texas sample scholastic

Estimate from the November 2026 active-member distribution, not an official US Chess rank. Floor shown from the rating rules when the history supports it: 1400. Quick 1710 · Blitz 1590.

What the number is

A published regular rating is the rounded result of the US Chess formula. Established means more than 25 games. Below that, the special formula still applies through 8 games, and the rating can move fast. The class bands are the ones sections use: Expert at 2000, National Master at 2200, Senior Master at 2400.

The percentile is an estimate from the November 2026 active-member distribution, not an official rank. When the live feed includes a rank, the player page prefers that record's own rating fields.

Related

Estimate the next event, read what a good rating is, or find a rated event.

Questions

Is this the official US Chess lookup?

No. It reads public rating data and shows history, class, and percentile in one view. US Chess remains the rating authority.

Why is there no player page in Google?

Player pages are noindex. Many rated players are minors. The lookup page carries the search demand.